Evaluate sum of 1/n^2 by fourier series &Taylor series

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Taylor series convergence real analysis and Fourier series Taylor series convergence real analysis and Fourier series
Fourier Series: Sum of 1/n^4 = pi^4/90, Sum of 1/(2n-1)^2 = pi^2/8 Fourier Series: Sum of 1/n^4 = pi^4/90, Sum of 1/(2n-1)^2 = pi^2/8
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Interesting approach proof sum 1/n^4= pi^4/90. No Fourier expansion, no Taylor series. No calculus Interesting approach proof sum 1/n^4= pi^4/90. No Fourier expansion, no Taylor series. No calculus
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